Segment A: Momentum and Impulse
In this segment we define the terms momentum and impulse. We see the impulse-momentum theorem in action by analyzing the motion of a freerunner and the motion of an egg hitting two very different surfaces.
Segment A: Momentum and Impulse
In this segment we define the terms momentum and impulse. We see the impulse-momentum theorem in action by analyzing the motion of a freerunner and the motion of an egg hitting two very different surfaces.
Science
Obtain, evaluate, and communicate information about the importance of conservation laws for mechanical energy and linear momentum in predicting the behavior of physical systems.
Construct an argument supported by evidence of the use of the principle of conservation of momentum to
- explain how the brief application of a force creates an impulse.
- describe and perform calculations involving one dimensional momentum.
- connect the concepts of Newton's 3rd law and impulse.
- experimentally compare and contrast inelastic and elastic collisions.
-Define key terms, including momentum and impulse.
-Explain that momentum is a vector quantity and the direction matters.
-Explain how an object’s change in momentum depends on the net force it experiences and the length of time the force is applied.
-Define impulse and how it relates to momentum through the impulse-momentum theorem.
-Discuss the real-life implications of manipulating variables within the impulse-momentum theorem.
impulse (I) - the product of the force acting on an object over the time during which the force acts.
impulse-momentum theorem - this theorem states that the impulse applied to an object is equal to the change in momentum of an object.
momentum (p) - the quantity of motion of an object or, mass in motion; momentum is calculated by multiplying the mass of an object by the velocity of an object.
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